Starting with polynomial:
P : 861577581086657669325/34359738368*t^38 - 8075853860052271220473/34359738368*t^36 + 34847862546800896362315/34359738368*t^34 - 91782398538757290419055/34359738368*t^32 + 41235570357992405840445/8589934592*t^30 - 53544695837990138927145/8589934592*t^28 + 51897166735282750037079/8589934592*t^26 - 38246211312850099233675/8589934592*t^24 + 43262107878469784379075/17179869184*t^22 - 18820239020577250831575/17179869184*t^20 + 6273413006859083610525/17179869184*t^18 - 1586499487685024450265/17179869184*t^16 + 149669762989153250025/8589934592*t^14 - 20542908645570053925/8589934592*t^12 + 1976431444034436675/8589934592*t^10 - 126155198555389575/8589934592*t^8 + 19624141997505045/34359738368*t^6 - 402684172315425/34359738368*t^4 + 3273855059475/34359738368*t^2 - 4418157975/34359738368
Extension levels are: 38 40
-------------------------------------------------
Trying to find an order 40 Kronrod extension for:
P1 : 861577581086657669325/34359738368*t^38 - 8075853860052271220473/34359738368*t^36 + 34847862546800896362315/34359738368*t^34 - 91782398538757290419055/34359738368*t^32 + 41235570357992405840445/8589934592*t^30 - 53544695837990138927145/8589934592*t^28 + 51897166735282750037079/8589934592*t^26 - 38246211312850099233675/8589934592*t^24 + 43262107878469784379075/17179869184*t^22 - 18820239020577250831575/17179869184*t^20 + 6273413006859083610525/17179869184*t^18 - 1586499487685024450265/17179869184*t^16 + 149669762989153250025/8589934592*t^14 - 20542908645570053925/8589934592*t^12 + 1976431444034436675/8589934592*t^10 - 126155198555389575/8589934592*t^8 + 19624141997505045/34359738368*t^6 - 402684172315425/34359738368*t^4 + 3273855059475/34359738368*t^2 - 4418157975/34359738368
Solvable: 1
-------------------------------------------------
Ending with final polynomial:
P : 861577581086657669325/34359738368*t^78 - 1310022968191722408490867/2714419331072*t^76 + 2871413174540012747207337775/643317381464064*t^74 - 334265244054195585981254173193425/12654696210779602944*t^72 + 5729658586525873736804646404209959575/50985771033231020261376*t^70 - 42763777185168287033906063145649164843125/116808401437132267418812416*t^68 + 582759850009339564000934995192049737456877287025/613496063266844298249587562381312*t^66 - 293090640088611428639928521593667653028744177177125/145398566994242098685152252284370944*t^64 + 16186793050980678084783184528050917320227789923996045125/4540033904753460970919207789516411633664*t^62 - 111648331049093497582038426908947508581649766682304685147625/20948557183551867708889913483011967057657856*t^60 + 2565700869992185815702003844310712951354372740875354541570993133475/377082136395563653332821783090733332669092721590272*t^58 - 2004788806117696333471643175106725331240972419159032696738672062635085/268105398977245757519636287777511399527724925050683392*t^56 + 1911889150784629356040317122782945782020393278390067497991950176418207133429275/268640226619446925423812516549457778145470211367896422308380672*t^54 - 6101527476046709333121716704028703594147531524014839325139446963243505671234909225/1035438406106418773134845369708760077206695788900271510258402197504*t^52 + 19855410383757841878197034636596747379129809175407701977020255054230769051263756248175/4662579142697203735426208699798546627661751137417922610693585095360512*t^50 - 24714197552185738214880563265801780585101543620939951965537291127733827256332155104700649025/9180635327823798180345240515760856930374663014668745369657443516478260248576*t^48 + 129779557123801550167245827183034823557306696689457591657263737503130467615072372103238465814930305/87068262663944547829306312797899181943250718116892768331641604103520112096919420928*t^46 - 49144864912254987119707813751827350282511921091256117611754636892115422271070596655485528746665534248425/67951641981711546852451648066305235454972533697865909009514705148155339805031889788469248*t^44 + 244614162049446321955698255132912350246438413704368647328284848827537759476336213785543890520413234675178882925/795689106884272223222022605417706432526575530067814163067525703120376703562073884737599107497984*t^42 - 6922516453635949486960722279893229534204536274710512302434214919619750621313616090528933979986186167722145886108225/60533640184434777926061813752362852267324286600969098083688152916288898476891894929182327301124128768*t^40 + 25494184146755323931132674582285932471390508246388489801557915214841700376119658712986794852190402822993649011738499799475/686062672120585757102921872922063318111344386162151547752032125064534785133037011855797453506492499950043136*t^38 - 10267139636005068269250092612770207660990975186343169286591424130823111779691726118591733415508479873622263472976184685/975907072717760678667029691212038859333349055707185700927499466663634118254675692540252423195579658534912*t^36 + 280437007618952918174811859856234694280593422587084085184695725459373427408271982049846459411062990673676331485854325/108434119190862297629669965690226539925927672856353966769722162962626013139408410282250269243953295392768*t^34 - 10517602571657583753245666587790519297582360230543601264320397935031574346842598839795609305532267392502355469795975/19135432798387464287588817474745859986928412857003641194656852287522237612836778285102988690109405069312*t^32 + 31001855073927475554476384523996214011824967602900894856250391903836749996292325985679836198078422369458400585425/308636012877217165928851894753965483660135691241994212817046004637455445368335133630693365969506533376*t^30 - 55634973505085496649741142722516698934371408584122172209453744493961645656742269458920454503011204757966555175/3547540377899047884239676951195005559311904497034416239276390857901786728371668202651647884706971648*t^28 + 7362210908372870434163433105922343507397516153089562712139675773060304385771290073382438443050523050637166031/3547540377899047884239676951195005559311904497034416239276390857901786728371668202651647884706971648*t^26 - 817885519403608361243349844229416269628765912552552298404429839216884963086441876554494822191230236782575575/3547540377899047884239676951195005559311904497034416239276390857901786728371668202651647884706971648*t^24 + 75397285152284767278249693680082182954831035873313654040514780370585386723240332698365097139694867771749025/3547540377899047884239676951195005559311904497034416239276390857901786728371668202651647884706971648*t^22 - 17059009195412735873879897635911679732124169470382459827402539150845301234268387925686634467171011098863075/10642621133697143652719030853585016677935713491103248717829172573705360185115004607954943654120914944*t^20 + 1034254890165601123228945306603005228603032817493133314665152715400884161453484787243167358297061036276675/10642621133697143652719030853585016677935713491103248717829172573705360185115004607954943654120914944*t^18 - 322294073081846271204275624997052435655766674574284269449696780424243940768312122010312754910601976595/69559615252922507534111312768529520770821656804596396848556683488270328007287611816698978131509248*t^16 + 140979888395139530531531481652854368261358668520046118017291620233495432680970446391020143966964066675/834715383035070090409335753222354249249859881655156762182680201859243936087451341800387737578110976*t^14 - 64362201518796258120079318192972698368657067906440072418574918198708278137028150520233463205341013075/14190161511596191536958707804780022237247617988137664957105563431607146913486672810606591538827886592*t^12 + 403479923459385161708986375009117714856213300375430665841463475583800596657944495067503563781796025/4730053837198730512319569268260007412415872662712554985701854477202382304495557603535530512942628864*t^10 - 14819247950524852397174901087532874689057314853909554759991135526558820615788634977448104431786675/14190161511596191536958707804780022237247617988137664957105563431607146913486672810606591538827886592*t^8 + 1043614957882840869411190591009099278331072964625509860810566643995580653690519910173741616805/140496648629665262742165423809703190467798197902353118387183796352546009044422503075312787513147392*t^6 - 1055137496624867142548316530931552610894248414565829588022670233811182492326337906726007438775/42049744662803393270070299274715111767256702845582254872890798058799160119781608420421367587535847424*t^4 + 349408716581252075167090900862237383719817357799172327439400219490683339310104792389798270225/13750266504736709599312987862831841547892941830505397343435290965227325359168585953477787201124222107648*t^2 - 380836503134165588591288966791273108485513290076870575679459825177017872047052473319225/13750266504736709599312987862831841547892941830505397343435290965227325359168585953477787201124222107648
-------------------------------------------------
Computing nodes and weights
  current precision for roots: 53
  current precision for roots: 106
  current precision for roots: 212
 current precision for weights: 53
Linear system for weights solvable: 0
  current precision for roots: 106
  current precision for roots: 212
 current precision for weights: 106
Linear system for weights solvable: 0
  current precision for roots: 212
  current precision for roots: 424
 current precision for weights: 212
Linear system for weights solvable: 0
  current precision for roots: 424
  current precision for roots: 848
 current precision for weights: 424
Linear system for weights solvable: 1
Sufficient bits for target precision reached
-------------------------------------------------
The nodes are:
| (0.98309860029004239631 - 1.3376483391748575814e-798j)  +/-  (1.69e-227, 1.69e-227j)
| (-0.80654416760531681555 - 2.7849390240723852071e-820j)  +/-  (2.25e-231, 2.25e-231j)
| (-0.92574133204858439683 + 1.4184034708704160559e-816j)  +/-  (1.47e-228, 1.47e-228j)
| (-0.99967625077806968609 - 6.3672722063821536891e-815j)  +/-  (4.7e-228, 4.7e-228j)
| (0.92574133204858439683 + 3.5636417229622850284e-817j)  +/-  (1.56e-228, 1.56e-228j)
| (0.90955981477122755417 - 1.8922775576970956176e-817j)  +/-  (6.25e-229, 6.25e-229j)
| (0.98973945426638557194 + 3.4818137174299384301e-820j)  +/-  (1.86e-227, 1.86e-227j)
| (-0.90955981477122755417 + 2.2137042019383164456e-832j)  +/-  (6.36e-229, 6.36e-229j)
| (0.99967625077806968609 + 7.7840609196400661695e-828j)  +/-  (4.85e-228, 4.85e-228j)
| (-0.98309860029004239631 + 3.9807715996052097852e-839j)  +/-  (1.68e-227, 1.68e-227j)
| (0.89185573900463221679 + 1.5781141363839911808e-841j)  +/-  (2.61e-229, 2.61e-229j)
| (-0.98973945426638557194 - 2.0914079479455161628e-839j)  +/-  (2.03e-227, 2.03e-227j)
| (-0.50583471792793110324 + 2.8746694729339592461e-853j)  +/-  (1.35e-239, 1.35e-239j)
| (-0.89185573900463221679 - 7.9350823872910498862e-844j)  +/-  (2.5e-229, 2.5e-229j)
| (0.96496715195152460319 + 6.4374747845169946016e-840j)  +/-  (8.76e-228, 8.76e-228j)
| (0.82998341611130362183 - 8.8484826546880578455e-851j)  +/-  (8.38e-231, 8.38e-231j)
| (0.85203502193236218886 + 3.4023430800221554454e-851j)  +/-  (2.78e-230, 2.78e-230j)
| (0.99474512790415644735 - 1.0900003660239654275e-845j)  +/-  (1.76e-227, 1.76e-227j)
| (-0.78176281427675847982 - 1.5668423726220153074e-865j)  +/-  (5.33e-232, 5.33e-232j)
| (-0.99804993053568761981 - 5.996709066059066818e-860j)  +/-  (1.35e-227, 1.35e-227j)
| (0.97484632859015350764 - 5.0467479064628962358e-862j)  +/-  (1.32e-227, 1.32e-227j)
| (0.75568590375397068074 - 3.4853951031613209136e-880j)  +/-  (1.21e-232, 1.21e-232j)
| (0.99804993053568761981 - 4.2788316980267739997e-873j)  +/-  (1.33e-227, 1.33e-227j)
| (-0.82998341611130362183 + 8.5681243596129834945e-884j)  +/-  (8.55e-231, 8.55e-231j)
| (-0.85203502193236218886 + 8.9996019784520557489e-883j)  +/-  (2.97e-230, 2.97e-230j)
| (-0.99474512790415644735 - 9.8178313268967972089e-880j)  +/-  (1.69e-227, 1.69e-227j)
| (0.72835104568928466351 + 6.4462371056672309534e-887j)  +/-  (2.26e-233, 2.26e-233j)
| (0.80654416760531681555 - 1.9946890528297882184e-885j)  +/-  (2.35e-231, 2.35e-231j)
| (-0.96496715195152460319 + 2.2910722152983874256e-880j)  +/-  (9.45e-228, 9.45e-228j)
| (-0.63925441582968170718 - 3.4595819263318512282e-891j)  +/-  (8.99e-236, 8.99e-236j)
| (-0.97484632859015350764 - 1.0913584647998235064e-880j)  +/-  (1.34e-227, 1.34e-227j)
| (0.87266802252740780343 - 4.3233572022540339093e-883j)  +/-  (8.78e-230, 8.78e-230j)
| (0.69979868037918435591 + 1.4582792188664695926e-889j)  +/-  (3.97e-234, 3.97e-234j)
| (0.040785147904578239913 + 5.9911158154664398168e-910j)  +/-  (2.78e-254, 2.78e-254j)
| (-0.75568590375397068074 + 2.4232479395676219282e-888j)  +/-  (1.25e-232, 1.25e-232j)
| (-0.67008165960142702114 + 1.5126357129049866794e-890j)  +/-  (6.78e-235, 6.78e-235j)
| (0.95346633093352959567 - 1.8462536975177548502e-881j)  +/-  (5.53e-228, 5.53e-228j)
| (0.57445602104780708113 + 6.4505805926174109053e-905j)  +/-  (1.31e-237, 1.31e-237j)
| (0.50583471792793110324 - 1.3027752156642147609e-907j)  +/-  (1.4e-239, 1.4e-239j)
| (-0.60736319138867871907 - 1.1318698967483379602e-904j)  +/-  (1.21e-236, 1.21e-236j)
| (-0.54059264476341155506 + 1.6347332161835930777e-905j)  +/-  (1.44e-238, 1.44e-238j)
| (-0.72835104568928466351 - 4.0035721401340733315e-900j)  +/-  (2.29e-233, 2.29e-233j)
| (0.78176281427675847982 + 3.2018953261373100463e-899j)  +/-  (5.43e-232, 5.43e-232j)
| (0.60736319138867871907 + 1.5878774569923969039e-904j)  +/-  (1.14e-236, 1.14e-236j)
| (-0.94038081402920806251 + 5.6707841918461304443e-894j)  +/-  (3.12e-228, 3.12e-228j)
| (-0.69979868037918435591 - 5.7490960178724110727e-904j)  +/-  (3.93e-234, 3.93e-234j)
| (-0.32061112282586558072 - 4.0910300055871223376e-916j)  +/-  (2.65e-245, 2.65e-245j)
| (0.24233659992358511219 - 3.5315629000189039506e-918j)  +/-  (8.55e-248, 8.55e-248j)
| (0.47023506413940836062 + 5.1686208675533395461e-911j)  +/-  (1.21e-240, 1.21e-240j)
| (0.28170880979016526136 + 7.7069284154819637734e-918j)  +/-  (1.62e-246, 1.62e-246j)
| (-0.0010445673140700823408 + 9.3205612888187064578e-927j)  +/-  (1.17e-256, 1.17e-256j)
| (-0.47023506413940836062 - 5.5361610945682980798e-910j)  +/-  (1.18e-240, 1.18e-240j)
| (-0.95346633093352959567 - 6.8856255155574526288e-901j)  +/-  (5.69e-228, 5.69e-228j)
| (0.63925441582968170718 + 5.1223869461335086996e-907j)  +/-  (9.27e-236, 9.27e-236j)
| (0.54059264476341155506 + 1.9319775379473486194e-909j)  +/-  (1.41e-238, 1.41e-238j)
| (0.0010445673140700823408 - 1.8524921112911349322e-928j)  +/-  (1.82e-256, 1.82e-256j)
| (-0.43384716943237648437 + 6.639374877754694095e-914j)  +/-  (8.79e-242, 8.79e-242j)
| (-0.57445602104780708113 + 3.969301475227235753e-910j)  +/-  (1.32e-237, 1.32e-237j)
| (0.67008165960142702114 + 8.4359506159375314419e-906j)  +/-  (6.2e-235, 6.2e-235j)
| (0.39673684943624983526 + 8.6286070109073267542e-915j)  +/-  (7.04e-243, 7.04e-243j)
| (0.94038081402920806251 - 5.7812634085597455132e-912j)  +/-  (3.22e-228, 3.22e-228j)
| (-0.28170880979016526136 - 2.8913913966552162711e-930j)  +/-  (1.6e-246, 1.6e-246j)
| (-0.39673684943624983526 - 5.085998641356491897e-926j)  +/-  (6.69e-243, 6.69e-243j)
| (-0.081488960307411943769 - 6.3029527834586402497e-937j)  +/-  (5.52e-253, 5.52e-253j)
| (0.43384716943237648437 - 8.4734052599132557851e-926j)  +/-  (8.94e-242, 8.94e-242j)
| (-0.87266802252740780343 - 2.9345483784962315641e-933j)  +/-  (8.85e-230, 8.85e-230j)
| (-0.040785147904578239913 + 1.790544008171188422e-960j)  +/-  (2.19e-254, 2.19e-254j)
| (-0.35897244047943501326 - 4.5277416789806426584e-949j)  +/-  (4.09e-244, 4.09e-244j)
| (-0.16246928988332118132 - 3.2726970290818090427e-956j)  +/-  (2.16e-250, 2.16e-250j)
| (0.16246928988332118132 - 6.4917474478000105198e-955j)  +/-  (2.54e-250, 2.54e-250j)
| (0.35897244047943501326 - 5.0512253137816321853e-949j)  +/-  (4.34e-244, 4.34e-244j)
| (0.12208402533786741987 + 1.9374548005537820603e-956j)  +/-  (1.07e-251, 1.07e-251j)
| (-0.2025704538921167032 + 1.4606603105980043964e-954j)  +/-  (4.52e-249, 4.52e-249j)
| (-0.24233659992358511219 - 3.2321885621241626862e-953j)  +/-  (8.67e-248, 8.67e-248j)
| (0.081488960307411943769 - 4.2844497302168993918e-958j)  +/-  (5.52e-253, 5.52e-253j)
| (0.32061112282586558072 - 1.4619439813317591736e-951j)  +/-  (2.71e-245, 2.71e-245j)
| (0.2025704538921167032 + 1.9839449955893196362e-953j)  +/-  (4.4e-249, 4.4e-249j)
| (-0.12208402533786741987 - 1.1536641426916696126e-957j)  +/-  (1.01e-251, 1.01e-251j)
-------------------------------------------------
The weights are:
| (0.0074453464748130115461 + 1.6542208607305621369e-799j)  +/-  (3.69e-23, 1.64e-128j)
| (0.024118650937613856003 + 2.1964995916192893606e-800j)  +/-  (1.5e-23, 6.68e-129j)
| (0.015412061055759321772 + 1.1480841414255017688e-800j)  +/-  (1.12e-23, 4.98e-129j)
| (0.00087202474327282705402 - 5.7854222818650700684e-802j)  +/-  (2.12e-24, 9.47e-130j)
| (0.015412061055759321772 - 3.8208040968967792164e-799j)  +/-  (3.94e-24, 1.75e-129j)
| (0.016947976483651641779 + 3.3320320283602370442e-799j)  +/-  (3.14e-24, 1.4e-129j)
| (0.0058325843986909534707 + 1.1566093380890730912e-798j)  +/-  (8.57e-25, 3.82e-130j)
| (0.016947976483651641779 - 1.2946529956250610065e-800j)  +/-  (3.91e-25, 1.74e-130j)
| (0.00087202474327282705402 - 6.9196716456137929781e-800j)  +/-  (1.48e-25, 6.61e-131j)
| (0.0074453464748130115461 - 5.0652372730857287524e-801j)  +/-  (1.31e-26, 5.85e-132j)
| (0.018453209192276655193 - 2.9800735859523719917e-799j)  +/-  (5.42e-26, 2.42e-131j)
| (0.0058325843986909534707 + 3.8933118226227176234e-801j)  +/-  (1.22e-26, 5.42e-132j)
| (0.035187034142720989638 + 6.1452839606147333552e-800j)  +/-  (1.16e-28, 5.19e-134j)
| (0.018453209192276655193 + 1.4502243341331470201e-800j)  +/-  (2.24e-26, 1e-131j)
| (0.010694479759824449708 + 8.0381048792355991649e-799j)  +/-  (1.42e-26, 6.34e-132j)
| (0.022751930624708471329 + 2.3543423310590444634e-799j)  +/-  (2.96e-28, 1.32e-133j)
| (0.021346352991403743649 - 2.5149876558587217683e-799j)  +/-  (8.26e-28, 3.68e-133j)
| (0.004165794373223480796 - 4.7285564711837086824e-799j)  +/-  (6.32e-27, 2.82e-132j)
| (0.025436069505997940066 - 2.4243952173862821864e-800j)  +/-  (7.72e-31, 3.44e-136j)
| (0.0024421917442069870592 + 1.7030467260472356093e-801j)  +/-  (1.12e-29, 4.99e-135j)
| (0.0090631435168510596461 - 1.4864738787429691238e-798j)  +/-  (2.12e-27, 9.47e-133j)
| (0.026711766262744231816 - 2.0446716711024016283e-799j)  +/-  (8.82e-32, 3.93e-137j)
| (0.0024421917442069870592 + 2.2566477121449251167e-799j)  +/-  (3.76e-27, 1.68e-132j)
| (0.022751930624708471329 - 1.9882473952028292856e-800j)  +/-  (4.07e-31, 1.81e-136j)
| (0.021346352991403743649 + 1.7961813663631429669e-800j)  +/-  (3.57e-31, 1.59e-136j)
| (0.004165794373223480796 - 2.7844092397947292362e-801j)  +/-  (1.81e-30, 8.08e-136j)
| (0.027951433374681508442 + 1.9810358934544257152e-799j)  +/-  (1.78e-33, 7.92e-139j)
| (0.024118650937613856003 - 2.2264802695982672394e-799j)  +/-  (8.36e-32, 3.73e-137j)
| (0.010694479759824449708 - 7.48139446472728089e-801j)  +/-  (3.17e-32, 1.41e-137j)
| (0.031366508415097609716 + 3.978283331150409486e-800j)  +/-  (7.58e-37, 3.38e-142j)
| (0.0090631435168510596461 + 6.2651334780853310588e-801j)  +/-  (9.67e-32, 4.31e-137j)
| (0.019915586761562944059 + 2.7176513011072664173e-799j)  +/-  (6.78e-32, 3.02e-137j)
| (0.029144230495888939618 - 1.932644182574023342e-799j)  +/-  (8.47e-36, 3.78e-141j)
| (0.040720407163208126315 - 1.3962106938692609737e-798j)  +/-  (8.25e-41, 3.68e-146j)
| (0.026711766262744231816 + 2.6741916388998559808e-800j)  +/-  (2.1e-35, 9.38e-141j)
| (0.030280509694964824369 - 3.594630636393406936e-800j)  +/-  (6.26e-37, 2.79e-142j)
| (0.012300123327639092445 - 5.7154911751976898379e-799j)  +/-  (4.35e-32, 1.94e-137j)
| (0.033395983918905099145 - 1.8703739157498789366e-799j)  +/-  (1.97e-39, 8.79e-145j)
| (0.035187034142720989638 - 1.9171612135375303385e-799j)  +/-  (2.01e-40, 8.98e-146j)
| (0.032408170239589160681 - 4.411861143175809281e-800j)  +/-  (8.19e-39, 3.65e-144j)
| (0.034320237218237194288 - 5.4792637837247141054e-800j)  +/-  (4.83e-40, 2.15e-145j)
| (0.027951433374681508442 - 2.9487519578471915227e-800j)  +/-  (1.64e-37, 7.29e-143j)
| (0.025436069505997940066 + 2.1251669450074978672e-799j)  +/-  (4.51e-37, 2.01e-142j)
| (0.032408170239589160681 + 1.8675100648433084724e-799j)  +/-  (6.29e-41, 2.8e-146j)
| (0.013865544399048165021 - 1.0080559923934998256e-800j)  +/-  (4.63e-37, 2.07e-142j)
| (0.029144230495888939618 + 3.2534246054618306069e-800j)  +/-  (5.24e-38, 2.34e-143j)
| (0.038642167425285689119 - 1.2157408809310336317e-799j)  +/-  (8.2e-45, 3.66e-150j)
| (0.039580857182901032816 + 2.8995227567398500257e-799j)  +/-  (5.29e-46, 2.36e-151j)
| (0.036003639031171169268 + 1.9632183227749714762e-799j)  +/-  (2.9e-44, 1.29e-149j)
| (0.039150389303915302375 - 2.6047842002352957365e-799j)  +/-  (5.32e-46, 2.37e-151j)
| (0.020425774268695996006 - 2.6129003480036223057e-797j)  +/-  (3.04e-47, 1.36e-152j)
| (0.036003639031171169268 - 6.9279554715975205674e-800j)  +/-  (2.27e-45, 1.01e-150j)
| (0.012300123327639092445 + 8.7455355241418240441e-801j)  +/-  (3.44e-40, 1.53e-145j)
| (0.031366508415097609716 - 1.8770653257957731634e-799j)  +/-  (7.03e-44, 3.13e-149j)
| (0.034320237218237194288 + 1.8866878857401878654e-799j)  +/-  (1.15e-44, 5.11e-150j)
| (0.020425774268695996006 + 2.618458800403997928e-797j)  +/-  (2.67e-47, 1.19e-152j)
| (0.036760957103242240313 + 7.8618886266427051852e-800j)  +/-  (5.52e-47, 2.46e-152j)
| (0.033395983918905099145 + 4.9071436122280452667e-800j)  +/-  (1.04e-44, 4.66e-150j)
| (0.030280509694964824369 + 1.8984826816764119914e-799j)  +/-  (1.73e-44, 7.7e-150j)
| (0.037447966680693420913 + 2.116893946451795382e-799j)  +/-  (1.97e-48, 8.77e-154j)
| (0.013865544399048165021 + 4.5390342514724365586e-799j)  +/-  (1.16e-43, 5.19e-149j)
| (0.039150389303915302375 + 1.4444642164015841027e-799j)  +/-  (7.39e-50, 3.29e-155j)
| (0.037447966680693420913 - 8.9957512039532695619e-800j)  +/-  (2.51e-48, 1.12e-153j)
| (0.040667376464361824742 - 6.1646017387742303417e-799j)  +/-  (3.89e-51, 1.74e-156j)
| (0.036760957103242240313 - 2.0281913174363645879e-799j)  +/-  (8.37e-49, 3.73e-154j)
| (0.019915586761562944059 - 1.6171850471317209664e-800j)  +/-  (2.96e-46, 1.32e-151j)
| (0.040720407163208126315 + 1.2849780275517807041e-798j)  +/-  (8.79e-51, 3.92e-156j)
| (0.03807154236688939571 + 1.0394977418805373258e-799j)  +/-  (9.2e-50, 4.1e-155j)
| (0.040252755891594352199 - 2.844084776358499571e-799j)  +/-  (4.02e-52, 1.79e-157j)
| (0.040252755891594352199 + 3.970236202156134967e-799j)  +/-  (6.67e-53, 2.97e-158j)
| (0.03807154236688939571 - 2.235252912242093169e-799j)  +/-  (3.16e-52, 1.41e-157j)
| (0.04050543465658419465 - 5.0638244342449897634e-799j)  +/-  (6.44e-53, 2.87e-158j)
| (0.039941788408083097263 + 2.187845844725292201e-799j)  +/-  (4.98e-53, 2.22e-158j)
| (0.039580857182901032816 - 1.7527293789310482658e-799j)  +/-  (6.9e-53, 3.08e-158j)
| (0.040667376464361824742 + 7.2789354018696107133e-799j)  +/-  (2.63e-53, 1.17e-158j)
| (0.038642167425285689119 + 2.3924576104081804973e-799j)  +/-  (4.06e-54, 1.81e-159j)
| (0.039941788408083097263 - 3.3234690195135004165e-799j)  +/-  (4.2e-54, 1.88e-159j)
| (0.04050543465658419465 + 3.9450734582501580137e-799j)  +/-  (6.29e-54, 2.77e-159j)
